Euromillions | Results for May 26 | 15 25 37 38 41 (rollover!)
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Statistics for Lotofácil
Statistics of real draws
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Lotofácil (until the draw 2825 on May 30, 2023)

Delays

Recent absences of each number

Current delay
Relative to average delay of each number
Number
Current delay
Average delay
10
3
11
3
19
2
23
2
1
1
5
1
12
1
13
1
15
1
16
1
2
0
3
0
4
0
6
0
7
0
8
0
9
0
14
0
17
0
18
0
20
0
21
0
22
0
24
0
25
0
Average delay
Relative to expected average delay
Number
Average delay
Expected average delay
10
0.61
11
0.61
19
0.67
23
0.70
1
0.68
5
0.65
12
0.67
13
0.63
15
0.68
16
0.74
2
0.68
3
0.65
4
0.66
6
0.72
7
0.71
8
0.73
9
0.67
14
0.64
17
0.70
18
0.67
20
0.60
21
0.68
22
0.67
24
0.64
25
0.62
No.
Current
delay
Last
draw
Shortest
delay
Longest
delay
Average
of delays
Expected
average
10
3
2822
0
8
0.61
0.67
11
3
2822
0
6
0.61
0.67
19
2
2823
0
12
0.67
0.67
23
2
2823
0
7
0.70
0.67
1
1
2824
0
7
0.68
0.67
5
1
2824
0
9
0.65
0.67
12
1
2824
0
9
0.67
0.67
13
1
2824
0
7
0.63
0.67
15
1
2824
0
9
0.68
0.67
16
1
2824
0
7
0.74
0.67
2
0
2825
0
8
0.68
0.67
3
0
2825
0
7
0.65
0.67
4
0
2825
0
7
0.66
0.67
6
0
2825
0
7
0.72
0.67
7
0
2825
0
10
0.71
0.67
8
0
2825
0
10
0.73
0.67
9
0
2825
0
8
0.67
0.67
14
0
2825
0
11
0.64
0.67
17
0
2825
0
10
0.70
0.67
18
0
2825
0
7
0.67
0.67
20
0
2825
0
7
0.60
0.67
21
0
2825
0
10
0.68
0.67
22
0
2825
0
7
0.67
0.67
24
0
2825
0
7
0.64
0.67
25
0
2825
0
11
0.62
0.67
  • The table shows data on the delays for each number, considering all the draws of lotofácil (with the current matrix).
  • Current delay is the quantity of draws since the last time the referred number was drawn.
  • Last draw is the most recent draw in which the reffered number was drawn.
  • Shortest delay is the shortest interval between draws in which the number was drawn.
  • Longest delay is the longest interval between draws in which the number was drawn.
  • Average delay is the average of all the delays of the referred number (until the last draw in which the number was drawn).
  • Expected average is the general average delay expected for each number, according to the mathematical probability.
  • The average and the expected average tend to get closer to each other the larger the sample.
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